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Simulations

A critical patch for survival

Science · A critical patch for survival · High School
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About this simulation

Original partial-differential-equation solver and model parameters. Fields and time use the source model’s units; this is a numerical teaching model, not measured biological, clinical or environmental data. Click or drag to apply the source brush.

What students can explore

  • Compare a shrinking population patch with a spreading one.

Learning objectives

  1. 1Compare a shrinking population patch with a spreading one.

Questions teachers ask

What does this model represent?

Original partial-differential-equation solver and model parameters. Fields and time use the source model’s units; this is a numerical teaching model, not measured biological, clinical or environmental data. Click or drag to apply the source brush.

Embed this simulation

Drop it into your LMS, blog, or class site — free.

<iframe src="https://kiwibee.io/en/simulations/visualpde-bistablesurvival-simulation/embed" title="A critical patch for survival | KiwiBee" loading="lazy" allowfullscreen style="width:100%;height:min(70vh,620px);min-height:420px;border:0;border-radius:16px"></iframe>

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